A new type of more general form of variational inequalities forquasi-pseudo-monotone type III and strong quasi-pseudo-monotone type IIIoperators has been obtained on compact domains in locally convex Hausdorff topological vector spaces. These more gen...
A new type of more general form of variational inequalities forquasi-pseudo-monotone type III and strong quasi-pseudo-monotone type IIIoperators has been obtained on compact domains in locally convex Hausdorff topological vector spaces. These more general forms of variational inequalities for the above types of operators used the more general form of minimax inequality by Chowdhury and Tan in [3] as the main tool to derive them. Our new results established in this paper should have potential applications innonlinear analysis and related applications, e.g., see Aubin [1], Yuan[11] and references wherein.